PROBLEM #3: t+1' The park is concerned about the number of invasive insects found along their hiking trails. The population, in thousands, of Gypsy Moths can be modeled by the function M(t) = 30t where t is the ime in years after 2022. The population, in thousands, of Emerald Ash Borers can be modelled by the Function E(t) During which years will the population of gypsy moths be less than the opulation of Emerald Ash Borers. If applicable, include the years prior to 2022. 240 t+6
PROBLEM #3: t+1' The park is concerned about the number of invasive insects found along their hiking trails. The population, in thousands, of Gypsy Moths can be modeled by the function M(t) = 30t where t is the ime in years after 2022. The population, in thousands, of Emerald Ash Borers can be modelled by the Function E(t) During which years will the population of gypsy moths be less than the opulation of Emerald Ash Borers. If applicable, include the years prior to 2022. 240 t+6
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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For the questions 3 I sent can you use interval charts, inqequalities. And Question 2 use synthetic division . Please hand write the answers out.
Transcribed Image Text:PROBLEM #3:
t+1'
The park is concerned about the number of invasive insects found along their hiking trails. The
population, in thousands, of Gypsy Moths can be modeled by the function M(t) = 30t
where t is the
time in years after 2022. The population, in thousands, of Emerald Ash Borers can be modelled by the
function E(t) = 240 During which years will the population of gypsy moths be less than the
population of Emerald Ash Borers. If applicable, include the years prior to 2022.
t+6
![Name:
PROBLEM #2:
Kelso conservation area is currently designing a new hiking trail to complement the trail from
problem #1. The new trail must meet the following requirements:
At the point 4 km west of the first aid station it must be at sea level.
At the point 2 km west of the first aid station it must be at an elevation of 10m.
If the trail new trail can be represented by the polynomial function h(x) = ax + x³ − 3x² − 16x + b
Determine the values of a and b. Round to two decimal places.
[5]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0ec3b5c8-ae6b-4da4-9452-9ba95a8b5ee1%2Fab4b47ad-cb95-4c19-b463-c05f7e973817%2Fs2bt36h_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Name:
PROBLEM #2:
Kelso conservation area is currently designing a new hiking trail to complement the trail from
problem #1. The new trail must meet the following requirements:
At the point 4 km west of the first aid station it must be at sea level.
At the point 2 km west of the first aid station it must be at an elevation of 10m.
If the trail new trail can be represented by the polynomial function h(x) = ax + x³ − 3x² − 16x + b
Determine the values of a and b. Round to two decimal places.
[5]
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